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2023 연구자 정보 (991 / 1135)

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Author Name 제1저자 여부 ⓘ 교신저자 여부 ⓘ Address ResearcherID ORCID Paper Title WoS Edition 최상위 JCR(%) WoS Category Related Email
You, Euijin
(You, E) ⓘ 		제1저자 Kyungpook Natl Univ, Dept Ecol Sci, Sangju, South Korea ⓘ
ⓘ
ⓘ 		[JCR상위 53.7] Detection of deformed wing virus in the greenhouse for possible horizontal transmission of virus in honey bee colony ⓘ SCIE ⓘ 53.7 ENTOMOLOGY ⓘ yhkim05@knu.ac.kr; ⓘ
Bae, Yongju
(Bae, Y) ⓘ 		제1저자 교신저자 Kyungpook Natl Univ, Dept Math, Daegu 41566, South Korea ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] Inner Automorphisms of an Abelian Extension of a Quandle ⓘ ESCI ⓘ 53.8 MATHEMATICS ⓘ ybae@knu.ac.kr;byeorhikim@postech.ac.kr; ⓘ
Baeck, Jongwook
(Baeck, J) ⓘ 		교신저자 Hanbat Natl Univ, Sch Bas Sci, Daejeon 34158, South Korea ⓘ AHB-2096-2022
Baeck, Jongwook ⓘ 		0000-0002-3372-5046
Baeck, Jongwook ⓘ 		[JCR상위 53.8] Eakin-Nagata-Eisenbud Theorem for Right S-Noetherian Rings ⓘ SCIE ⓘ 53.8 MATHEMATICS ⓘ lgy999@cnu.ac.kr;jubaik@hanbat.ac.kr;jwlim@knu.ac.kr; ⓘ
Bhattacharyya, Arindam
(Bhattacharyya, A) ⓘ 		Jadavpur Univ, Dept Math, Kolkata 700032, India ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] The Geometry of δ-Ricci-Yamabe Almost Solitons on Para- contact Metric Manifolds ⓘ ESCI ⓘ 53.8 MATHEMATICS ⓘ somnathmondal.math@gmail.com;santu.mathju@gmail.com;yjsuh@knu.ac.kr;bhattachar1968@yahoo.co.in; ⓘ
Cao, Meng-Yue
(Cao, MY) ⓘ 		Beijing Normal Univ, Sch Math Sci, Beijing 100875, Peoples R China ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] Thin Q-Polynomial Distance-Regular Graphs Have Bounded c2 (vol 38, 175, 2022) ⓘ SCIE ⓘ 53.8 MATHEMATICS ⓘ tansusan1@ahjzu.edu.cn;koolen@ustc.edu.cn;cmy1325@163.com;jongyook@knu.ac.kr; ⓘ
Chung, Kiryong
(Chung, K) ⓘ 		제1저자 교신저자 Kyungpook Natl Univ, Dept Math Educ, Daegu 41566, South Korea
Kyungpook Natl Univ, Dept Math Educ, 80 Daehakro, Daegu 41566, South Korea ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] DOUBLE LINES IN THE QUINTIC DEL PEZZO FOURFOLD
[JCR상위 66.4] Desingularization of Kontsevich's compactification of twisted cubics in V5 ⓘ 		SCIE ⓘ 53.8 MATHEMATICS ⓘ krchung@knu.ac.kr; ⓘ
Conway, Anthony
(Conway, A) ⓘ 		제1저자 교신저자 Max Planck Inst Math, Bonn, Germany ⓘ
ⓘ 		0000-0002-7016-0179
Conway, Anthony ⓘ 		[JCR상위 53.8] Nonslice linear combinations of iterated torus knots ⓘ SCIE ⓘ 53.8 MATHEMATICS ⓘ anthonyyconway@gmail.com;minhoonkim@knu.ac.kr;wpolitarczyk@mimuw.edu.pl; ⓘ
Hu, Kui
(Hu, K) ⓘ 		제1저자 Southwest Univ Sci & Technol, Coll Sci, Mianyang, Peoples R China
Kyungpook Natl Univ, Mianyang, Peoples R China ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] The construction D + XDS[X] and G-Prufer domains ⓘ SCIE ⓘ 53.8 MATHEMATICS ⓘ jwlim@knu.ac.kr; ⓘ
Jablonski, Zenon Jan
(Jablonski, ZJ) ⓘ 		제1저자 Uniwersytet Jagiellonski, Inst Matematyki, Ul Lojasiewicza 6, PL-30348 Krakow, Poland
Uniwersytet Jagiellonski, Inst Matemat, Ul Lojasiewicza 6, PL-30348 Krakow, Poland ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] Criteria for Algebraic Operators to be Unitary
[JCR상위 23.8] Conditionally positive definite unilateral weighted shifts ⓘ 		ESCI
SCIE ⓘ 		23.8 MATHEMATICS
MATHEMATICS, APPLIED;MATHEMATICS ⓘ 		Zenon.Jablonski@im.uj.edu.pl;Jan.Stochel@im.uj.edu.pl;ibjung@knu.ac.kr;
Zenon.Jablonski@im.uj.edu.pl;ibjung@knu.ac.kr;eunyounglee@knu.ac.kr;Jan.Stochel@im.uj.edu.pl; ⓘ
Jeong, Ukje
(Jeong, U) ⓘ 		Kyungpook Natl Univ, Dept Math, Daegu, South Korea ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] The Norming Set of a Bilinear Form on R² with the Octagonal Norm ⓘ SCIE ⓘ 53.8 MATHEMATICS ⓘ sgk317@knu.ac.kr; ⓘ
Jung, Il Bong
(Jung, IB) ⓘ 		교신저자 Kyungpook Natl Univ, Dept Math, Daegu 41566, South Korea ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] Criteria for Algebraic Operators to be Unitary
[JCR상위 23.8] Conditionally positive definite unilateral weighted shifts
[JCR상위 29.7] WEIGHTED SHIFTS ON DIRECTED TREES WITH ONE BRANCHING VERTEX: BETWEEN QUASINORMALITY AND PARANORMALITY ⓘ 		ESCI
SCIE ⓘ 		23.8 MATHEMATICS
MATHEMATICS, APPLIED;MATHEMATICS ⓘ 		Zenon.Jablonski@im.uj.edu.pl;Jan.Stochel@im.uj.edu.pl;ibjung@knu.ac.kr;
Zenon.Jablonski@im.uj.edu.pl;ibjung@knu.ac.kr;eunyounglee@knu.ac.kr;Jan.Stochel@im.uj.edu.pl;
exner@bucknell.edu;ibjung@knu.ac.kr;eunyounglee@knu.ac.kr;leemr@cu.ac.kr; ⓘ
Kim, Byeorhi
(Kim, B) ⓘ 		POSTECH, Ctr Res Topol, Pohang 37673, South Korea ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] Inner Automorphisms of an Abelian Extension of a Quandle ⓘ ESCI ⓘ 53.8 MATHEMATICS ⓘ ybae@knu.ac.kr;byeorhikim@postech.ac.kr; ⓘ
Kim, Dong-Soo
(Kim, D) ⓘ 		제1저자 교신저자 Chonnam Natl Univ, Dept Math, Gwangju 61186, South Korea ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] AN EXTENSION OF SCHNEIDER'S CHARACTERIZATION THEOREM FOR ELLIPSOIDS ⓘ SCIE ⓘ 53.8 MATHEMATICS ⓘ dosokim@chonnam.ac.kr;yhkim@knu.ac.kr; ⓘ
Kim, Hyobeen
(Kim, H) ⓘ 		제1저자 Kyungpook Natl Univ, Math Dept, Daegu 41566, South Korea
Kyungpook Natl Univ, Math Dept, 80 Dae Hak Ro, Daegu 41566, South Korea ⓘ
ⓘ
ⓘ 		[JCR상위 53.8] Towards A Dichotomy for the List Switch Homomorphism Prob- lem for Signed Graphs
[JCR상위 44.4] The complexity of the matroid homomorphism problem ⓘ 		ESCI
SCIE ⓘ 		44.4 MATHEMATICS
MATHEMATICS, APPLIED;MATHEMATICS ⓘ 		hbkim1029@knu.ac.kr;mhsiggers@knu.ac.kr;
cwheo@skku.edu;mhsiggers@knu.ac.kr;hbkim1029@knu.ac.kr; ⓘ
Kim, Min Hoon
(Kim, MH) ⓘ 		제1저자 교신저자 Kyungpook Natl Univ, Dept Math Educ, Daegu, South Korea ⓘ AAM-7628-2020
Kim, Min ⓘ
ⓘ 		[JCR상위 53.8] Ideal Classes and Cappell-Shaneson Homotopy 4-Spheres
[JCR상위 53.8] Nonslice linear combinations of iterated torus knots ⓘ 		ESCI
SCIE ⓘ 		53.8 MATHEMATICS ⓘ minhoonkim@knu.ac.kr;alcyone@yahoo.co.jp;
anthonyyconway@gmail.com;minhoonkim@knu.ac.kr;wpolitarczyk@mimuw.edu.pl; ⓘ
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